Clifford Algebras with Induced (Semi)-Riemannian Structures and Their Compactifications
2015
Identifying the Clifford algebra Cl r,s with the semi-Riemannian manifold \(\mathbb{R}^{p,q}\), one is afforded an opportunity to examine the conformal geometry of the associated compact manifold, in a manner similar to the case of the Riemann sphere in complex analysis. In this work we consider some low-dimensional examples and provide conjectures to inspire further research.
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